| | >>Link: Equilibrium\Equilibrium |
| | >>Link: Calculating\Calculating |
| | >>Link: Pressures\Pressures |
| | Stresses, Strains, Displacements |
| | >>Link: Stresses, Strains, Displacements\Stresses, Strains, Displacements |
| | Unsymmetrical and Inhomogeneous Cross-Sections |
| | >>Link: Unsymmetrical and Inhomogeneous Cross-Sections\Unsymmetrical and Inhomogeneous Cross-Sections |
| | Deformation Due to Bending |
| | Shear Forces and Shear Stresses Due to Bending |
| | >>Link: Shear Forces and Shear Stresses Due to Bending\Shear Forces and Shear Stresses Due to Bending |
| | Members Subject to Bending and Extension |
| | >>Link: Members Subject to Bending and Extension\Members Subject to Bending and Extension |
| | Cross-Sectional Properties |
| | >>Link: Bar Subject to Extension\Bar Subject to Extension |
| | C.Hartsuijker, J.W.Welleman |
| | Stresses, Strains, Displacements |
| | >>Link: Page-1\Engineering Mechanics\Stresses, Strains, Displacements |
| | Cross-Sectional Properties |
| | centroid and normal centre |
| | Thin-walled cross-sections |
| | Formal approach and engineering practice |
| | Deformation Due to Bending |
| | Direct determination from the moment distribution |
| | Differential equation for bending |
| | Simply supported beams and the M/EI diagram |
| | >>Link: Bar Subject to Extension\Bar Subject to Extension |
| | Unsymmetrical and Inhomogeneous Cross-Sections |
| | >>Link: Unsymmetrical and Inhomogeneous Cross-Sections\Unsymmetrical and Inhomogeneous Cross-Sections |
| | Shear Forces and Shear Stresses Due to Bending |
| | >>Link: Shear Forces and Shear Stresses Due to Bending\Shear Forces and Shear Stresses Due to Bending |
| | Members Subject to Bending and Extension |
| | >>Link: Members Subject to Bending and Extension\Members Subject to Bending and Extension |
| | Material behaviour in shear |
| | Torsion of bars with circular cross-section |
| | Torsion of thin-walled cross-sections |
| | The behaviour of a single truss member |
| | Williot diagram with rigid-body rotation |
| | C.Hartsuijker, J.W.Welleman |
| | Unsymmetrical and Inhomogeneous Cross-Sections |
| | >>Link: Stresses, Strains, Displacements\Stresses, Strains, Displacements\Unsymmetrical and Inhomogeneous Cross-Sections |
| | Sketch of the problems and required assumptions |
| | Curvature and neutral axis |
| | Normal force and bending moments - centre of force |
| | Constitutive relationships for unsymmetrical and/or inhomogeneous cross-sections |
| | Plane of loading and plane of curvature - neutral axis |
| | The normal centre NC for inhomogeneous cross-sections |
| | Stresses due to extension and bending - a straightforward method |
| | Applications of the straightforward method |
| | Stresses in the principal coordinate method - alternative method |
| | Transformation formulae for the bending stiffness tensor |
| | Application of the alternative method based on the principal directions |
| | Shear flow and shear stresses in arbitrary cross-sections |
| | Displacements due to bending |
| | Maxwell's reciprocal theorem |
| | C.Hartsuijker, J.W.Welleman |
| | Members Subject to Bending and Extension |
| | >>Link: Stresses, Strains, Displacements\Stresses, Strains, Displacements\Members Subject to Bending and Extension |
| | Strain diagram and neutral axis |
| | The three basic relationships |
| | Stress formula and stress diagram |
| | Core of the cross-section |
| | Examples of the stress formula related to bending without extension |
| | General stress formula related to the principal directions |
| | Examples relating to the stress formula for bending with extension |
| | Applications related to the core of the cross-section |
| | Mathematical description of the problem of bending with extension |
| | Notes for the fibre model and summary of the formulas |
| | C.Hartsuijker, J.W.Welleman |
| | Shear Forces and Shear Stresses Due to Bending |
| | >>Link: Stresses, Strains, Displacements\Stresses, Strains, Displacements\Shear Forces and Shear Stresses Due to Bending |
| | Shear forces and shear stresses in longitudinal direction |
| | Examples relating to shear forces and shear stresses in the longitudinal direction |
| | Examples relating to the shear stress distribution in a cross-section |
| | Shear stresses on a cross-sectional plane |
| | Summary of the formulas and rules |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Stresses, Strains, Displacements\Stresses, Strains, Displacements\Bar Subject to Extension |
| | The three basic relationships |
| | Formal approach and engineering practice |
| | Normal centre and bar axis |
| | Mathematical description of the extension problem |
| | Examples relating to change in length and displacement |
| | Examples relating to the differential equation for extension |
| | Strain diagram and normal stress diagram |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Page-1\Engineering Mechanics\Equilibrium |
| | Quantities, units, dimensions |
| | Diagrams for the normal force, shear force and bending moment |
| | Deformation symbols for shear forces and bending moments |
| | Summary sign conventions for the N, V and M diagrams |
| | >>Link: Calculating\Calculating |
| | >>Link: Pressures\Pressures |
| | Bending Moment, Shear Force and Normal Force Diagrams |
| | Rules for drawing V and M diagrams more quickly |
| | Rules for drawing the N diagram more quickly |
| | Bent and compound bar type structures |
| | Principle of superposition |
| | Schematisations and reality |
| | Mathematical Description of the Relationship between Section Forces and Loading |
| | Differential equations for the equilibrium |
| | Mathematical elaboration of the relationship between N and qx(extention) |
| | Mathematical elaboration of the relationship between M, V and qz (bending) |
| | Relationship between cable, line of force and structural shape |
| | Centre of force and line of force |
| | Influence Lines & Virtual work |
| | Structures, Loads, Trusses |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Equilibrium\Equilibrium\Calculating |
| | Calculating Support Reactions and Interaction Forces |
| | Self contained structures |
| | Three-hinged frames with tie-rod |
| | Calculating M, V and N Diagrams |
| | Self-contained structures |
| | Compound and associated structures |
| | Statically indeterminate structures |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Equilibrium\Equilibrium\Statics |
| | Equilibrium of a particle |
| | Coplanar forces and moments |
| | Equilibrium of a rigid body in a plane |
| | Forces and moments in space |
| | Equilibrium of a rigid body in space |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Equilibrium\Equilibrium\Pressures |
| | Gas Pressure and Hydrostatic Pressure |
| | Pascal's law -- All-round pressure |
| | Working with gas pressures |
| | Working with hydrostatic pressures |
| | Horizontal earth pressures |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Equilibrium\Equilibrium\Influence Lines & Virtual work |
| | Influence lines using equilibrium equations |
| | Influence lines using virtual work |
| | Working with influence lines |
| | Virtual work equation for a particle |
| | Virtual work equation for a rigid body |
| | Virtual work equation for mechanisms |
| | Calculating forces using virtual work |
| | C.Hartsuijker, J.W.Welleman |
| | >>Link: Equilibrium\Equilibrium\Structures, Loads, Trusses |
| | Working with distributed loads |
| | Kinematically/statically (in)determinate trusses |
| | Determining member forces |
| | Joints between structural elements |
| | Kinematic/static (in)determininate structures |
| | C.Hartsuijker, J.W.Welleman |
| |